1

(Composites and Nanostructures)

- http://www.issp.ac.ru/journal/composites

ISSN 1999-7590 2009 .

: 83836

..

.., .-. ; .., .; .. ; .., -. . ; .., .; .., .; .. .; .. .; .. .-. .;

. ., .; .., .; .., .; .. .; .., .; . . .-. ; .., .; .., . . ;

.., .; .., . .

.. , .(); .. , . (); A.R. Bunsell, . (); K.K. Chawla, . ();T-W Chou, . (); Sh. Du, . (); T. Ishihara, - (); A. Kelly, .();

A. Kayama, . (); W.M. Kriven, . (); L.M. Manocha, . (); V.M Orera, . ();H. Schneider, . (); K. Schulte, . (); G.C. Sih, . (); M. Singh, - ();

H.D. Wagner, . ()

: , 142432, . ../: +7(49652)22493http://www.issp.ac.ru : ..

: -, 105264, ,. , . 49, . 1 401. : , 105043, , / 29.: 7 495 780-94-73http://www.machizdat.rue-mail: virste@dol.ru

: ..

: ..

: ; - -

: . ,- , 21

100

. 77-33449 08.10.2008.

-, , . .

, , , .

. : . 1. , .

2

Composites and Nanostructureshttp://www.issp.ac.ru/journal/composites/

ISSN 1999-7590

Editor-in-ChiefProfessor Sergei T. Mileiko

Editorial Board

Professor M.I. Alymov (Russia); Professor R.A. Andriyevskii (Russia); Professor B.D. Annin (Russia);Dr Yu.O. Bakhvalov, (Russia); Professor A.R. Bunsell (France); Professor K.K. Chawla (USA); Professor T-W Chou (USA);Dr T. Ishihara (Japan); Professor Sh. Du (China); Professor D.V. Georgievskii (Russia); Professor A.M. Gleser (Russia);Professor A. Kelly (UK); Professor A. Kayama (Japan); Professor Yu.R. Kolobov (Russia); Professor V.I. Kostikov (Russia);

Professor W.M. Kriven (USA); Professor A.M. Kuperman (Russia); Professor S.V. Lomov (Belgium);Professor S.A. Lurie (Russia); Professor L.M. Manocha (India); Professor V.M. Orera (Spain); Professor S.A. Patlazhan (Russia);

Professor B.E. Pobyedrya (Russia); Professor S.B. Sapozhnikov (Russia); Professor H. Schneider (Germany); DrShmotin Yu. N. (Russia); Dr T.G. Sorina (Russia); Professor A.M. Stolin (Russia); Professor K. Schulte (Germany);

Professor A.V. Serebryakov (Russia); Professor V.G. Sevastyanov (Russia); Professor G.C. Sih (USA); Dr M. Singh (USA);Professor V.V. Vikulin (Russia); Professor L.R. Vishnyakov (Ukrain); Professor H.D. Wagner (Israel)

Established by:Solid State Physics Institute

Russian Academy of Sciences(ISSP RAS)

and

Science Technical EnterpriseVirag-Centre LTD

ISSP RAS:

2, Institutskaya str., Chernogolovka, Moscow district., Russia,

142432

Tel./Fax: +7(49652)22493http://www.issp.ac.ru/journal/composites/Editor: Nelli Prokopenko

Photo on the cover: Fig. 1. Xenon pressure vessel joined with lattice composite spacecraft body.

DESIGN AND FABRICATION OF A COMPOSITE SPACECRAFT TANK IN A FORM OF THE HIGH PRESSURE VESSEL

Publishing House:STE Virag-Centre LTD

49/1, Verchnyaya Pervomayskaya str., Moscow,Russia, 105043.

Phone: 7495780 94 73http://www.mashizdat.ru

Director of journalM.A. Menzullov

Making-upA.A.Menzullov

3

42013

COMPOSITES and NANOSTRUCTURES

. 2013

.., .., .., .. ................................................................................... 6 , . , - . . . , -, . . (. 6-22).

.., .., .., .. ...................... 23 - , . - , - , . , , - - - . , , , . (23-32; . 5).

.. .................................................. 33 , . , (, , , ) - . , - .(33-43; . 7).

.., .., .. ............................................................................................................ 44 , , , . [1]. , . (44-57; . 11).

19- (ICCM-19) ..................................................................................... 58

4

42013

COMPOSITES and NANOSTRUCTURES

. 2013

CONTENS

E.I.Moiseev, S.A.Lurie, V.I.Korzuk, P.V.NefedovON SOLVABILITY AND UNIQUENESS OF SOLUTIONS OF PROBLEMSOF DEFORMATION OF HOMOGENEOUS AND HETEROGENEOUS STRUCTUREIN RESPONSE ADHESIVE INTERACTION .................................................................................................... 6In this paper we consider the existence and uniqueness of a special boundary value problems, which reduce theelasticity problem with the adhesive interactions. It is shown that the model Laplace-Young and more completemodel of adhesion are connected to such problems. Questions of solvability and uniqueness of solutions are studiedfor the Laplace equation on the half-plane. We establish conditions for the solvability of the problem. It is shown thatthe introduction of boundary conditions term corresponding to the dry friction provides a regularization of thesolution. The solutions has been received for all the above cases. (p. 6-22).

G.F. Potapova, M.I. Ikim, S.A. Korneichuk, A.S. SmolyanskiiTEXTURE AND SURFACE CHEMISTRY OF ELECTROCHEMICALLYMODIFIED CATHODES BASED ON VISCUM CARBON FIBER ...........................................................23The regularities of oxidizing and hydrolytic destruction of cathodes prepared from the Viscum carbon fiber, whichused in devices for electrochemical generation of ozone, have been studied. An effect of the alkaline catalysis onthe process of hydrolytic destruction of the cathode material, as well as the synergetic effect of the joint action ofozone, oxygen and hydroxyl ions on the destruction of the cathode in the process of exploitation has been observed.By means of sorption activity on iodine, scanning electron microscopy and other experimental techniques a correlationbetween the magnitude of the observed catalytic effects and changes of the microstructure of the surface of thecathode has been established. It is assumed that the hetero-chain nature of the Viscum carbon fiber, made fromviscose, may a reason for the discovered effect of alkaline catalysis. (p. 23-32; fig. 5).

V.V.VasilievA MODEL OF THE BRITTLE SURFACE LAYER WITH CRACKS ............................................................ 33A half-space with the upper flat surface covered with a thin elastic brittle coating is considered. Assumed thatunder the action of external factors (e.g., loading, temperature or moisture change, as well as under coating shrinkageor natural growth of the basic material) compatible deformation of the half-space and the coating layer results in thecoating cracking. A model developed allows to predict the distances between the cracks and the cracks directionsdepending on the loading conditions.(p. 33-43; fig. 7).

A.V.Azarov1, A.A.Babichev2, F.K.Sinkovsky3

DESIGN AND FABRICATION OF A COMPOSITE SPACECRAFT TANKIN A FORM OF THE HIGH PRESSURE VESSEL.......................................................................................... 44The paper is concerned with the analysis, design and manufacturing of the composite tank in a form of the highpressure vessel, which is used for xenon storage in a system of the orbit correction of a spacecraft. The jointbetween the tank and the spacecraft body is proposed. Nonlinear finite element analysis of the tank and the joint isconsidered. Tests results are presented. (p. 44-57; fig. 11).

ICCM-19 INTERNATIONAL CONFERENCE ON COMPOSITE MATERIALS ...................................... 58

5

42013

COMPOSITES and NANOSTRUCTURES

. 2013

1307- 24 2013 . - ( ) (http://government.ru/docs/3422). , .

-, , -, , - , , , , , - . , - , -- .

-, . , - (). -, , , , - . ?

-, - (- ) 0.2%.

, - ( !) , , - , . , - - (-) (http://www.minpromtorg.gov.ru/ministry/fcp/8).

- , , , , - . , - 2014 .

. ,

6

42013

COMPOSITES and NANOSTRUCTURES

539.3, 51-72

( - 28.08.2013, -16.09.2013, 17.09.2013)

..1,3, ..2,3, ..4, ..1,3

1 , .., , ;

2 , , ;

3 .. , , ;

4 , ,

- , . -, - .

-. . , -, . .

: , , , , - , .

ON SOLVABILITY AND UNIQUENESS OF SOLUTIONS OF PROBLEMSOF DEFORMATION OF HOMOGENEOUS AND HETEROGENEOUS

STRUCTURE IN RESPONSE ADHESIVE INTERACTION

E.I.Moiseev1,3, S.A.Lurie2,3 , V.I.Korzuk4, P.V.Nefedov1,3

1The Faculty of Computational Mathematics and Cyberneticsof Lomonosov Moscow State University, Moscow, Russia;

2Institute of Applied Mechanics of Russian Academy of Sciences, Moscow, Russia;3Institution of Russian Academy of Sciences Dorodnicyn Computing Centre of RAS, Moscow, Russia;

4Belarusian State University, Minsk, Republic of Belarus

In this paper we consider the existence and uniqueness of a special boundary value problems, which reduce theelasticity problem with the adhesive interactions. It is shown that the model Laplace-Young and more completemodel of adhesion are connected to such problems. Questions of solvability and uniqueness of solutions are studiedfor the Laplace equation on the half-plane. We establish conditions for the solvability of the problem. It is shown thatthe introduction of boundary conditions term corresponding to the dry friction provides a regularization of thesolution. The solutions has been received for all the above cases.

Keywords: adhesion model, Laplace equation, the solvability condition, the uniqueness of the integral Hilberttransform, Fourier integral transfor